The daily oxygen consumption 20 days after the egg was laid where the oxygen consumption can be approximated by c ( t ) = − 0.065 t 3 + 3.4 t 2 − 22 t + 3.6 milliliters per day ( 8 ≤ t ≤ 30 ) where t is the time (in days) since the egg was laid.
The daily oxygen consumption 20 days after the egg was laid where the oxygen consumption can be approximated by c ( t ) = − 0.065 t 3 + 3.4 t 2 − 22 t + 3.6 milliliters per day ( 8 ≤ t ≤ 30 ) where t is the time (in days) since the egg was laid.
Solution Summary: The author calculates the daily oxygen consumption 20 days after the egg was laid, based on the provided equation.
To calculate: The daily oxygen consumption 20 days after the egg was laid where the oxygen consumption can be approximated by c(t)=−0.065t3+3.4t2−22t+3.6 milliliters per day (8≤t≤30) where t is the time (in days) since the egg was laid.
(b)
To determine
To calculate: The rate at which the oxygen consumption is changing 20 days after the egg was laid where the oxygen consumption can be approximated by c(t)=−0.065t3+3.4t2−22t+3.6 milliliters per day (8≤t≤30) where t is the time (in days) since the egg was laid.
(c)
To determine
To calculate: The rate at which the oxygen consumption is accelerating 20 days after the egg was laid where the oxygen consumption can be approximated by c(t)=−0.065t3+3.4t2−22t+3.6 milliliters per day (8≤t≤30) where t is the time (in days) since the egg was laid.
Write an equation for the function graphed below
5+
4
-
-7 -6 -5 -4 -3 -2 -1
y =
3.
2
1
+
1 2
3
4
5
6
7
-1
-3
-4
5
-5+
a
Approximate graphically the radius and height of a cylindrical container with volume 50 cubic inches and lateral surface area 75 square inches.
h
2лr
The radius is
in and the height is
in.
(Round to the nearest hundredth.)
h
Volume of a cylinder = r²h
Lateral area of a cylinder = 2лrh
Find the derivative of the following function.
-8e5x
y=
9x+2
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